With the knowledge of state space representation the transfer function of the system

Related MCQs

• The transfer function for the state representation of the continuous time LTI system: dq(t)/dt=Aq(t)+Bx(t) Y(t)=Cq(t)+Dx(t) is given by
• A system is said to be_____________ if it is possible to transfer the system state from any initial state to any desired state in finite interval of time.
• The transfer function of a LTI system is given as 1/(s+1). What is the steady-state value of the unit-impulse response?
• Consider a system if represented by state space equation and x1 (t) =x2 (t), then the system is:
• The impulse response of a linear LTI system is given as g (t) = e(-t)The transfer function of the system is equal to:
• Open loop transfer function of a system having one zero with a positive real value is called.
• The transfer function of any stable system which has no zeros or poles in the right half of the s-plane is said to be:
• A transfer function of the system does not have pole-zero cancellation? Which of the following statements is true?
• State model representation is possible using _________
• The state variable representation is preferred